AbstractIn this paper we deal with some ‘special’ caps and cap-partitions (mixed partitions) from a group-theoretic point of view. In particular, we show that the full setwise stabiliser of Hill's cap is maximal in the group O−(6,3) providing a direct proof arising from the construction of Hill's cap
In this paper, we consider new results on (k, n)-caps with n > 2. We provide a lower bound on the si...
AbstractThis article presents cyclic and elementary abelian caps in projective spaces. Different cla...
In this paper, we consider new results on (k, n)-caps with n > 2. We provide a lower bound on the si...
AbstractIn this paper we deal with some ‘special’ caps and cap-partitions (mixed partitions) from a ...
AbstractIn this paper we present a general method to construct caps in higher-dimensional projective...
AbstractA family of caps constructed by G. L. Ebert, K. Metsch and T. Szönyi results from projecting...
AbstractWe construct caps in projective 4-space PG(4, q) in odd characteristic, whose cardinality is...
AbstractIn PG(3,q) with q≡3mod4 and q⩾7, a complete (q2+q+4)/2-cap is constructed. A characterizatio...
AbstractIn this paper we present a general method to construct caps in higher-dimensional projective...
AbstractWe construct a cap Cn in PG(n,4) of size 12(2n−2−1)+5. In the cases when n=3 and 4, this yie...
AbstractThis article presents cyclic and elementary abelian caps in projective spaces. Different cla...
Abstract We propose the concepts of almost complete subset of an elliptic quadric in ...
A lower bound for the size of a complete cap of the polar space H(n,q²) associated to the non-degene...
In this paper, we consider new results on (k, n)-caps with n > 2. We provide a lower bound on the si...
A family of caps constructed by Ebert, Metsch and T. Szonyi [8] results from projecting a Veronesian...
In this paper, we consider new results on (k, n)-caps with n > 2. We provide a lower bound on the si...
AbstractThis article presents cyclic and elementary abelian caps in projective spaces. Different cla...
In this paper, we consider new results on (k, n)-caps with n > 2. We provide a lower bound on the si...
AbstractIn this paper we deal with some ‘special’ caps and cap-partitions (mixed partitions) from a ...
AbstractIn this paper we present a general method to construct caps in higher-dimensional projective...
AbstractA family of caps constructed by G. L. Ebert, K. Metsch and T. Szönyi results from projecting...
AbstractWe construct caps in projective 4-space PG(4, q) in odd characteristic, whose cardinality is...
AbstractIn PG(3,q) with q≡3mod4 and q⩾7, a complete (q2+q+4)/2-cap is constructed. A characterizatio...
AbstractIn this paper we present a general method to construct caps in higher-dimensional projective...
AbstractWe construct a cap Cn in PG(n,4) of size 12(2n−2−1)+5. In the cases when n=3 and 4, this yie...
AbstractThis article presents cyclic and elementary abelian caps in projective spaces. Different cla...
Abstract We propose the concepts of almost complete subset of an elliptic quadric in ...
A lower bound for the size of a complete cap of the polar space H(n,q²) associated to the non-degene...
In this paper, we consider new results on (k, n)-caps with n > 2. We provide a lower bound on the si...
A family of caps constructed by Ebert, Metsch and T. Szonyi [8] results from projecting a Veronesian...
In this paper, we consider new results on (k, n)-caps with n > 2. We provide a lower bound on the si...
AbstractThis article presents cyclic and elementary abelian caps in projective spaces. Different cla...
In this paper, we consider new results on (k, n)-caps with n > 2. We provide a lower bound on the si...
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